Which of the following portfolios cannot be an optimal portfolio?
Portfolio | Expected Return | Standard Deviation |
X | 10% | 15% |
Y | 10% | 25% |
Z | 15% | 25% |
Portfolio Y and Portfolio Z
Portfolio X and Portfolio Y
Portfolio Z
Portfolio Y
Correct answer: Portfolio Y
An optimal portfolio is an efficient portfolio. Efficient portfolio provides highest possible return at given level of risk (Standard deviation).
In given case, Portfolio Y and Portfolio Z has same level of risk (i.e 25%) but Portfolio Y provides lower return for this level risk Thus, Optimal is not efficient portfolio and can not be an optimal portfolio.
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